dunlop407703
New Member
- Joined
- Oct 8, 2014
- Messages
- 24
Hi all,
Apologies if this question seams disjointed but I am having trouble organising my thoughts. I've decided just to put what I can into words a hope someone can help.
I have a cumulative data set as follows. I have graphed this data and created a 3rd order polynomial regression equation to allow myself to accurately predict data.
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</tbody>From my regression equation I can predict the 'Cum Yield' at an input 'Cum Ash' (x). What I would like to do is be able to calculate the new cumulative results after I remove a fraction from the data. For example if set 'Cum Ash' to 10%, the 'Cum Yield' is returned at 48.22%, based on that outcome I would then like to be able to say "given that I've removed the material up to a 10% cut off, how much of the remaining material do I need to get a sample at 30%".
Any input will be greatly appreciated.
Thanks
Apologies if this question seams disjointed but I am having trouble organising my thoughts. I've decided just to put what I can into words a hope someone can help.
I have a cumulative data set as follows. I have graphed this data and created a 3rd order polynomial regression equation to allow myself to accurately predict data.
6.35 x 0.15 | ||
Density | Cum Ash | Cum Yield |
1.30 | 3.18 | 20.32 |
1.35 | 4.89 | 32.01 |
1.40 | 6.21 | 37.58 |
1.45 | 7.40 | 41.48 |
1.50 | 9.02 | 45.70 |
1.60 | 13.62 | 55.80 |
1.70 | 16.48 | 62.29 |
1.80 | 19.93 | 69.47 |
2.00 | 25.36 | 79.77 |
2.20 | 38.11 | 100.00 |
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</tbody>
Any input will be greatly appreciated.
Thanks